1. Set working directory
setwd("~/Library/CloudStorage/OneDrive-UniversityofEdinburgh/4th year/dissertation/dissertation")
  1. Load packages
library(skimr)  # summary
library(tidyverse)
library(lubridate)  # dates management
library(gridExtra)  # arrange plots
library(patchwork)  # combine plots

2.2. Creates functions

theme_graphs_env_cond <- function(){
  theme_classic() +
  theme(axis.text.x = element_text(angle = 90))+
   theme(axis.text = element_text(size = 11),  # Adjust the size as needed
          axis.title = element_text(size = 18),
        legend.text = element_text(size=14))
  }
  1. Load the data and see its structure
data <- read.csv("Data_PAM_Scott_Base.csv") # load data
skimr::skim(data)  # see a summary of the whole data
── Data Summary ────────────────────────
                           Values
Name                       data  
Number of rows             26722 
Number of columns          43    
_______________________          
Column type frequency:           
  character                9     
  numeric                  34    
________________________         
Group variables            None  
str(data)  # see the structure of each variable
'data.frame':   26722 obs. of  43 variables:
 $ Datetime        : chr  "17/01/2019 04:17" "17/01/2019 05:17" "17/01/2019 06:17" "17/01/2019 07:17" ...
 $ Time..abs.ms.   : num  1.55e+12 1.55e+12 1.55e+12 1.55e+12 1.55e+12 ...
 $ Time..rel.ms.   : num  15441000 19041000 22641000 26241000 29841000 ...
 $ JD.nz           : num  17.7 17.7 17.8 17.8 17.8 ...
 $ JD.running.nz   : num  17.7 17.7 17.8 17.8 17.8 ...
 $ Year.percent.nz : num  4.83 4.84 4.85 4.86 4.88 ...
 $ Dec.Year.nz     : num  19 19 19 19 19 ...
 $ Date            : chr  "43482" "43482" "43482" "43482" ...
 $ Time            : chr  "0.1787" "0.2204" "0.2620" "0.3037" ...
 $ Julian.Day.UTC  : num  17.2 17.2 17.3 17.3 17.3 ...
 $ JD.running.UTC  : num  17.2 17.2 17.3 17.3 17.3 ...
 $ Year.percent.UTC: num  4.69 4.71 4.72 4.73 4.74 ...
 $ UTC             : num  19 19 19 19 19 ...
 $ No.             : int  1 2 3 4 5 6 7 8 9 10 ...
 $ X1.F            : int  106 120 127 119 79 118 93 90 107 96 ...
 $ X1.Fm.          : int  172 203 234 210 103 202 134 134 186 162 ...
 $ X1.PAR          : int  543 557 623 692 1335 352 689 815 376 569 ...
 $ X1.Temp         : num  2.3 1 -0.9 -0.9 -0.2 -1.7 -0.7 -0.2 -2.2 -0.7 ...
 $ X1.Y..II.       : num  0.384 0.409 0.457 0.433 0.233 0.416 0.306 0.328 0.425 0.407 ...
 $ diff            : int  66 83 107 91 24 84 41 44 79 66 ...
 $ X               : chr  "0.384" "0.409" "0.457" "0.433" ...
 $ X1.ETR          : num  87.4 95.5 119.3 125.6 130.3 ...
 $ X2.F            : int  133 114 157 138 132 143 125 143 137 115 ...
 $ X2.Fm.          : int  179 163 268 217 200 235 202 266 256 213 ...
 $ X2.PAR          : int  994 971 712 534 774 330 460 316 257 358 ...
 $ X2.Temp         : num  2 2 1 -0.2 1.3 -0.7 -0.4 -1.2 -1.4 -1.2 ...
 $ X2.Y..II.       : num  0.257 0.301 0.414 0.364 0.34 0.391 0.381 0.462 0.465 0.46 ...
 $ diff.1          : int  46 49 111 79 68 92 77 123 119 98 ...
 $ X2.ETR          : num  107 122.5 123.5 81.4 110.3 ...
 $ X3.F            : chr  "51" "54" "47" "43" ...
 $ X3.Fm.          : chr  "58" "57" "50" "51" ...
 $ X3.PAR          : chr  "384" "381" "159" "257" ...
 $ X3.Temp         : chr  "-1.2" "-1.9" "-3.9" "-3.9" ...
 $ X3.Y..II.       : num  0 0 0 0 0 0 0 0 0 0 ...
 $ diff.2          : chr  "7" "3" "3" "8" ...
 $ X3.ETR          : num  0 0 0 0 0 0 0 0 0 0 ...
 $ X4.F            : int  48 48 49 44 50 50 46 53 54 51 ...
 $ X4.Fm.          : int  70 67 69 64 63 77 68 86 85 81 ...
 $ X4.PAR          : int  532 787 842 444 1472 356 689 796 363 572 ...
 $ X4.Temp         : num  1.8 1.5 1.5 1 3 -1.4 -0.9 -1.2 -1.9 -0.7 ...
 $ X4.Y..II.       : num  0.314 0.284 0.29 0.313 0.206 0.351 0.324 0.384 0.365 0.37 ...
 $ X4.ETR          : num  70 93.7 102.3 58.2 127.1 ...
 $ diff.3          : int  22 19 20 20 13 27 22 33 31 30 ...
tail(data)  # view the last 6 rows of data
head(data)  # view the first 6 rows of data

Data of sensors 1,2 and 4 are for the moss and 3 is for the lichen. Data is from Jan 2019 to Feb 2022. I am going to consider summer form 1 Nov to 15 Feb. I currently have data for 3 summers: 2019-2020, 2020-2021, 2021-2022.

4. Format data in a way that is going to be useful to me

4.1. Remove weird times and dates and divide the useful ones

data_clean <- data[, -c(2:13)] %>%   # create a new data set without columns 2 to 13
  mutate(Day_cum = as.numeric(data$Date)) # maintain cumulative date but change column name to more informative one and make it numeric
Warning: There was 1 warning in `mutate()`.
ℹ In argument: `Day_cum = as.numeric(data$Date)`.
Caused by warning:
! NAs introduced by coercion
data_clean <- data_clean %>% 
  mutate(Date = parse_date_time(Datetime, 'dmy HM'))   # indicate the format the date is wanted
Warning: There was 1 warning in `mutate()`.
ℹ In argument: `Date = parse_date_time(Datetime, "dmy HM")`.
Caused by warning:
!  1 failed to parse.
print(data_clean[is.na(data_clean$Date), ])  # Check for rows with parsing issues\
#  Row 584 is problematic

data_clean[584, 1]<-"10/02/2019 10:08"  # Change the value to the correct one 

data_clean <- data_clean %>% 
  mutate(Date = parse_date_time(Datetime, 'dmy HM'))   # repeat with all the lines working

data_clean <- data_clean %>%  # create new columns with month, year,
  mutate(Month = month(Date), # day, minute                     
         Year = year(Date),
         Day = day(Date),
         Hour = hour(Date), 
         Minute = minute(Date))

data_clean[584,]  # check it worked
NA

4.2. Check the new data

str(data_clean)
skimr::skim(data_clean)

4.3. Change the diff columns names to match the rest of columns


data_clean<-data_clean %>% 
  rename(X1.diff = diff,
         X2.diff = diff.1,
         X3.diff = diff.2,
         X4.diff = diff.3)

4.4. Need to change some variables of format


data_clean <- data_clean %>%
  mutate(X1.PAR = as.numeric(X1.PAR),  # Change PAR of X1, X2 and X3 to numeric
         X2.PAR = as.numeric(X2.PAR), 
         X3.PAR = as.numeric(X3.PAR), 
         X4.PAR = as.numeric(X4.PAR),
         X3.F = as.numeric(X3.F),  # Change F and Fm to numeric
         X3.Fm. = as.numeric(X3.Fm.),
         X3.Temp = as.numeric(X3.Temp),  # Change Temp 3 to numeric
         X1.diff = as.numeric(X1.diff),  # Change all diff to numeric
         X2.diff = as.numeric(X2.diff),
         X3.diff = as.numeric(X3.diff),
         X4.diff = as.numeric(X4.diff))
         #Month = as.factor(Month),  # Change day, month and year to categories -> is it a great idea?
         #Year = as.factor(Year), 
         #Day = as.factor(Day))

4.5. Create column for month (in letters) and day-month

data_clean <- data_clean %>% 
  mutate(Month_Name = as.factor(case_when(  # Make a column with the names of the months and make them a factor
  Month == 1 ~ "Jan",  # case_when from dplyr package
  Month == 2 ~ "Feb",
  Month == 3 ~ "Mar",
  Month == 4 ~ "Apr",
  Month == 5 ~ "May",
  Month == 6 ~ "Jun",
  Month == 7 ~ "Jul",
  Month == 8 ~ "Aug",
  Month == 9 ~ "Sep",
  Month == 10 ~ "Oct",
  Month == 11 ~ "Nov",
  Month == 12 ~ "Dec"))) %>% 
  mutate(Date_Combined = as.factor(  # Make a column with the day and month name separated by -
    paste(Month_Name, Day, sep = "-")))  # Make the column a factor

4.6. Fix Day_cum

print(data_clean[is.na(data_clean$Day_cum), ])  # Check for rows with NAs in Day_cum

# From 25/01/2022 the date format changes and it is not cummulative anymore

data_clean <- data_clean %>%
  mutate(Date_no_time = paste(year(Date), month(Date), day(Date), sep = "-")) %>%  # Create acolumn with the date but without the time
  mutate(Day_cum = if_else(No. >= 26510, 44586 + as.numeric(difftime(Date_no_time, as.Date("2022-01-25"), units = "days")), Day_cum)) %>%  # Fix the format of Day_cum after the 25/01/2022
  # Difftime weeks the time passed between 2 days in the units indicated
  select(-Date_no_time)  # Remove Date_no_time from the data set
  
print(data_clean[is.na(data_clean$Day_cum), ])  # Check for rows with NAs in Day_cum

head(data_clean$Date_Combined)  # Check it worked
[1] Jan-17 Jan-17 Jan-17 Jan-17 Jan-17 Jan-17
366 Levels: Apr-1 Apr-10 Apr-11 Apr-12 Apr-13 Apr-14 Apr-15 Apr-16 Apr-17 Apr-18 Apr-19 Apr-2 ... Sep-9
tail(data_clean$Date_Combined)
[1] Feb-3 Feb-3 Feb-3 Feb-3 Feb-3 Feb-3
366 Levels: Apr-1 Apr-10 Apr-11 Apr-12 Apr-13 Apr-14 Apr-15 Apr-16 Apr-17 Apr-18 Apr-19 Apr-2 ... Sep-9

4.7. Create a column for average moss values of yield,PAR, F, Fm, Temp, ETR and diff

data_clean <- data_clean %>% 
  mutate(av_moss_yield = rowMeans(data_clean[, c("X1.Y..II.", "X2.Y..II.", "X4.Y..II.")]),  # rowMeans gets the mean of each row in the data frame and stores the result in a new column
         av_moss_PAR = rowMeans(data_clean[, c("X1.PAR", "X2.PAR", "X4.PAR")]),
         av_moss_F = rowMeans(data_clean[, c("X1.F", "X2.F", "X4.F")]),
         av_moss_Fm = rowMeans(data_clean[, c("X1.Fm.", "X2.Fm.", "X4.Fm.")]),
         av_moss_temp = rowMeans(data_clean[, c("X1.Temp", "X2.Temp", "X4.Temp")]),
         av_moss_ETR = rowMeans(data_clean[, c("X1.ETR", "X2.ETR", "X4.ETR")]),
         av_moss_diff = rowMeans(data_clean[, c("X1.diff", "X2.diff", "X4.diff")]))

5. Subset data for summers 2019-2020, 2020-2021, 2021-2022

Summer 2019-2020

This includes the data from the 1-Nov 2019 to the 15 of Feb 2020

summer_19_20 <- data_clean %>% 
  filter(Year == 2019 & Month %in% c(11,12) |  # Filter all data points in Nov, Dec 2019 and Jan, Feb 2020
           Year == 2020 & Month %in% c(1,2)) %>% 
  filter(!(Month == 2 & Day > 15))  # remove days over the 15th of Feb

# Check our data

head(summer_19_20)  # First 6 rows 
tail(summer_19_20)  # Last 6 rows

summer_19_20$Date_Combined <- reorder(summer_19_20$Date_Combined, summer_19_20$Day_cum)  # reorder the factors of Date_Combined according to the values of Day_cum. Do it for each subset individually because factors repeat for each year

levels(summer_19_20$Date_Combined)
  [1] "Nov-1"  "Nov-2"  "Nov-3"  "Nov-4"  "Nov-5"  "Nov-6"  "Nov-7"  "Nov-8"  "Nov-9"  "Nov-10" "Nov-11"
 [12] "Nov-12" "Nov-13" "Nov-14" "Nov-15" "Nov-16" "Nov-17" "Nov-18" "Nov-19" "Nov-20" "Nov-21" "Nov-22"
 [23] "Nov-23" "Nov-24" "Nov-25" "Nov-26" "Nov-27" "Nov-28" "Nov-29" "Nov-30" "Dec-1"  "Dec-2"  "Dec-3" 
 [34] "Dec-4"  "Dec-5"  "Dec-6"  "Dec-7"  "Dec-8"  "Dec-9"  "Dec-10" "Dec-11" "Dec-12" "Dec-13" "Dec-14"
 [45] "Dec-15" "Dec-16" "Dec-17" "Dec-18" "Dec-19" "Dec-20" "Dec-21" "Dec-22" "Dec-23" "Dec-24" "Dec-25"
 [56] "Dec-26" "Dec-27" "Dec-28" "Dec-29" "Dec-30" "Dec-31" "Jan-1"  "Jan-2"  "Jan-3"  "Jan-4"  "Jan-5" 
 [67] "Jan-6"  "Jan-7"  "Jan-8"  "Jan-9"  "Jan-10" "Jan-11" "Jan-12" "Jan-13" "Jan-14" "Jan-15" "Jan-16"
 [78] "Jan-17" "Jan-18" "Jan-19" "Jan-20" "Jan-21" "Jan-22" "Jan-23" "Jan-24" "Jan-25" "Jan-26" "Jan-27"
 [89] "Jan-28" "Jan-29" "Jan-30" "Jan-31" "Feb-1"  "Feb-2"  "Feb-3"  "Feb-4"  "Feb-5"  "Feb-6"  "Feb-7" 
[100] "Feb-8"  "Feb-9"  "Feb-10" "Feb-11" "Feb-12" "Feb-13" "Feb-14" "Feb-15" "Apr-1"  "Apr-10" "Apr-11"
[111] "Apr-12" "Apr-13" "Apr-14" "Apr-15" "Apr-16" "Apr-17" "Apr-18" "Apr-19" "Apr-2"  "Apr-20" "Apr-21"
[122] "Apr-22" "Apr-23" "Apr-24" "Apr-25" "Apr-26" "Apr-27" "Apr-28" "Apr-29" "Apr-3"  "Apr-30" "Apr-4" 
[133] "Apr-5"  "Apr-6"  "Apr-7"  "Apr-8"  "Apr-9"  "Aug-1"  "Aug-10" "Aug-11" "Aug-12" "Aug-13" "Aug-14"
[144] "Aug-15" "Aug-16" "Aug-17" "Aug-18" "Aug-19" "Aug-2"  "Aug-20" "Aug-21" "Aug-22" "Aug-23" "Aug-24"
[155] "Aug-25" "Aug-26" "Aug-27" "Aug-28" "Aug-29" "Aug-3"  "Aug-30" "Aug-31" "Aug-4"  "Aug-5"  "Aug-6" 
[166] "Aug-7"  "Aug-8"  "Aug-9"  "Feb-16" "Feb-17" "Feb-18" "Feb-19" "Feb-20" "Feb-21" "Feb-22" "Feb-23"
[177] "Feb-24" "Feb-25" "Feb-26" "Feb-27" "Feb-28" "Feb-29" "Jul-1"  "Jul-10" "Jul-11" "Jul-12" "Jul-13"
[188] "Jul-14" "Jul-15" "Jul-16" "Jul-17" "Jul-18" "Jul-19" "Jul-2"  "Jul-20" "Jul-21" "Jul-22" "Jul-23"
[199] "Jul-24" "Jul-25" "Jul-26" "Jul-27" "Jul-28" "Jul-29" "Jul-3"  "Jul-30" "Jul-31" "Jul-4"  "Jul-5" 
[210] "Jul-6"  "Jul-7"  "Jul-8"  "Jul-9"  "Jun-1"  "Jun-10" "Jun-11" "Jun-12" "Jun-13" "Jun-14" "Jun-15"
[221] "Jun-16" "Jun-17" "Jun-18" "Jun-19" "Jun-2"  "Jun-20" "Jun-21" "Jun-22" "Jun-23" "Jun-24" "Jun-25"
[232] "Jun-26" "Jun-27" "Jun-28" "Jun-29" "Jun-3"  "Jun-30" "Jun-4"  "Jun-5"  "Jun-6"  "Jun-7"  "Jun-8" 
[243] "Jun-9"  "Mar-1"  "Mar-10" "Mar-11" "Mar-12" "Mar-13" "Mar-14" "Mar-15" "Mar-16" "Mar-17" "Mar-18"
[254] "Mar-19" "Mar-2"  "Mar-20" "Mar-21" "Mar-22" "Mar-23" "Mar-24" "Mar-25" "Mar-26" "Mar-27" "Mar-28"
[265] "Mar-29" "Mar-3"  "Mar-30" "Mar-31" "Mar-4"  "Mar-5"  "Mar-6"  "Mar-7"  "Mar-8"  "Mar-9"  "May-1" 
[276] "May-10" "May-11" "May-12" "May-13" "May-14" "May-15" "May-16" "May-17" "May-18" "May-19" "May-2" 
[287] "May-20" "May-21" "May-22" "May-23" "May-24" "May-25" "May-26" "May-27" "May-28" "May-29" "May-3" 
[298] "May-30" "May-31" "May-4"  "May-5"  "May-6"  "May-7"  "May-8"  "May-9"  "Oct-1"  "Oct-10" "Oct-11"
[309] "Oct-12" "Oct-13" "Oct-14" "Oct-15" "Oct-16" "Oct-17" "Oct-18" "Oct-19" "Oct-2"  "Oct-20" "Oct-21"
[320] "Oct-22" "Oct-23" "Oct-24" "Oct-25" "Oct-26" "Oct-27" "Oct-28" "Oct-29" "Oct-3"  "Oct-30" "Oct-31"
[331] "Oct-4"  "Oct-5"  "Oct-6"  "Oct-7"  "Oct-8"  "Oct-9"  "Sep-1"  "Sep-10" "Sep-11" "Sep-12" "Sep-13"
[342] "Sep-14" "Sep-15" "Sep-16" "Sep-17" "Sep-18" "Sep-19" "Sep-2"  "Sep-20" "Sep-21" "Sep-22" "Sep-23"
[353] "Sep-24" "Sep-25" "Sep-26" "Sep-27" "Sep-28" "Sep-29" "Sep-3"  "Sep-30" "Sep-4"  "Sep-5"  "Sep-6" 
[364] "Sep-7"  "Sep-8"  "Sep-9" 

Summer 2020-2021

This includes the data from the 1-Nov 2020 to the 15 of Feb 2021

summer_20_21 <- data_clean %>% 
  filter(Year == 2020 & Month %in% c(11,12) |  # Filter all data points in Nov, Dec 2029 and Jan, Feb 2021
           Year == 2021 & Month %in% c(1,2)) %>% 
  filter(!(Month == 2 & Day > 15))  # remove days over the 15th of Feb

# Check our data

head(summer_20_21)  # First 6 rows 
tail(summer_20_21)  # Last 6 rows

summer_20_21$Date_Combined <- reorder(summer_20_21$Date_Combined, summer_20_21$Day_cum)  # reorder the factors of Date_Combined according to the values of Day_cum. Do it for each subset individually because factors repeat for each year

levels(summer_20_21$Date_Combined)
  [1] "Nov-1"  "Nov-2"  "Nov-3"  "Nov-4"  "Nov-5"  "Nov-6"  "Nov-7"  "Nov-8"  "Nov-9"  "Nov-10" "Nov-11"
 [12] "Nov-12" "Nov-13" "Nov-14" "Nov-15" "Nov-16" "Nov-17" "Nov-18" "Nov-19" "Nov-20" "Nov-21" "Nov-22"
 [23] "Nov-23" "Nov-24" "Nov-25" "Nov-26" "Nov-27" "Nov-28" "Nov-29" "Nov-30" "Dec-1"  "Dec-2"  "Dec-3" 
 [34] "Dec-4"  "Dec-5"  "Dec-6"  "Dec-7"  "Dec-8"  "Dec-9"  "Dec-10" "Dec-11" "Dec-12" "Dec-13" "Dec-14"
 [45] "Dec-15" "Dec-16" "Dec-17" "Dec-18" "Dec-19" "Dec-20" "Dec-21" "Dec-22" "Dec-23" "Dec-24" "Dec-25"
 [56] "Dec-26" "Dec-27" "Dec-28" "Dec-29" "Dec-30" "Dec-31" "Jan-1"  "Jan-2"  "Jan-3"  "Jan-4"  "Jan-5" 
 [67] "Jan-6"  "Jan-7"  "Jan-8"  "Jan-9"  "Jan-10" "Jan-11" "Jan-12" "Jan-13" "Jan-14" "Jan-15" "Jan-16"
 [78] "Jan-17" "Jan-18" "Jan-19" "Jan-20" "Jan-21" "Jan-22" "Jan-23" "Jan-24" "Jan-25" "Jan-26" "Jan-27"
 [89] "Jan-28" "Jan-29" "Jan-30" "Jan-31" "Feb-1"  "Feb-2"  "Feb-3"  "Feb-4"  "Feb-5"  "Feb-6"  "Feb-7" 
[100] "Feb-8"  "Feb-9"  "Feb-10" "Feb-11" "Feb-12" "Feb-13" "Feb-14" "Feb-15" "Apr-1"  "Apr-10" "Apr-11"
[111] "Apr-12" "Apr-13" "Apr-14" "Apr-15" "Apr-16" "Apr-17" "Apr-18" "Apr-19" "Apr-2"  "Apr-20" "Apr-21"
[122] "Apr-22" "Apr-23" "Apr-24" "Apr-25" "Apr-26" "Apr-27" "Apr-28" "Apr-29" "Apr-3"  "Apr-30" "Apr-4" 
[133] "Apr-5"  "Apr-6"  "Apr-7"  "Apr-8"  "Apr-9"  "Aug-1"  "Aug-10" "Aug-11" "Aug-12" "Aug-13" "Aug-14"
[144] "Aug-15" "Aug-16" "Aug-17" "Aug-18" "Aug-19" "Aug-2"  "Aug-20" "Aug-21" "Aug-22" "Aug-23" "Aug-24"
[155] "Aug-25" "Aug-26" "Aug-27" "Aug-28" "Aug-29" "Aug-3"  "Aug-30" "Aug-31" "Aug-4"  "Aug-5"  "Aug-6" 
[166] "Aug-7"  "Aug-8"  "Aug-9"  "Feb-16" "Feb-17" "Feb-18" "Feb-19" "Feb-20" "Feb-21" "Feb-22" "Feb-23"
[177] "Feb-24" "Feb-25" "Feb-26" "Feb-27" "Feb-28" "Feb-29" "Jul-1"  "Jul-10" "Jul-11" "Jul-12" "Jul-13"
[188] "Jul-14" "Jul-15" "Jul-16" "Jul-17" "Jul-18" "Jul-19" "Jul-2"  "Jul-20" "Jul-21" "Jul-22" "Jul-23"
[199] "Jul-24" "Jul-25" "Jul-26" "Jul-27" "Jul-28" "Jul-29" "Jul-3"  "Jul-30" "Jul-31" "Jul-4"  "Jul-5" 
[210] "Jul-6"  "Jul-7"  "Jul-8"  "Jul-9"  "Jun-1"  "Jun-10" "Jun-11" "Jun-12" "Jun-13" "Jun-14" "Jun-15"
[221] "Jun-16" "Jun-17" "Jun-18" "Jun-19" "Jun-2"  "Jun-20" "Jun-21" "Jun-22" "Jun-23" "Jun-24" "Jun-25"
[232] "Jun-26" "Jun-27" "Jun-28" "Jun-29" "Jun-3"  "Jun-30" "Jun-4"  "Jun-5"  "Jun-6"  "Jun-7"  "Jun-8" 
[243] "Jun-9"  "Mar-1"  "Mar-10" "Mar-11" "Mar-12" "Mar-13" "Mar-14" "Mar-15" "Mar-16" "Mar-17" "Mar-18"
[254] "Mar-19" "Mar-2"  "Mar-20" "Mar-21" "Mar-22" "Mar-23" "Mar-24" "Mar-25" "Mar-26" "Mar-27" "Mar-28"
[265] "Mar-29" "Mar-3"  "Mar-30" "Mar-31" "Mar-4"  "Mar-5"  "Mar-6"  "Mar-7"  "Mar-8"  "Mar-9"  "May-1" 
[276] "May-10" "May-11" "May-12" "May-13" "May-14" "May-15" "May-16" "May-17" "May-18" "May-19" "May-2" 
[287] "May-20" "May-21" "May-22" "May-23" "May-24" "May-25" "May-26" "May-27" "May-28" "May-29" "May-3" 
[298] "May-30" "May-31" "May-4"  "May-5"  "May-6"  "May-7"  "May-8"  "May-9"  "Oct-1"  "Oct-10" "Oct-11"
[309] "Oct-12" "Oct-13" "Oct-14" "Oct-15" "Oct-16" "Oct-17" "Oct-18" "Oct-19" "Oct-2"  "Oct-20" "Oct-21"
[320] "Oct-22" "Oct-23" "Oct-24" "Oct-25" "Oct-26" "Oct-27" "Oct-28" "Oct-29" "Oct-3"  "Oct-30" "Oct-31"
[331] "Oct-4"  "Oct-5"  "Oct-6"  "Oct-7"  "Oct-8"  "Oct-9"  "Sep-1"  "Sep-10" "Sep-11" "Sep-12" "Sep-13"
[342] "Sep-14" "Sep-15" "Sep-16" "Sep-17" "Sep-18" "Sep-19" "Sep-2"  "Sep-20" "Sep-21" "Sep-22" "Sep-23"
[353] "Sep-24" "Sep-25" "Sep-26" "Sep-27" "Sep-28" "Sep-29" "Sep-3"  "Sep-30" "Sep-4"  "Sep-5"  "Sep-6" 
[364] "Sep-7"  "Sep-8"  "Sep-9" 

Summer 2021-2022

This includes the data from the 1-Nov 2021 to the 15 of Feb 2022.

* I only have the data until the 3rd of Feb yet

summer_21_22 <- data_clean %>% 
  filter(Year == 2021 & Month %in% c(11,12) |  # Filter all data points in Nov, Dec 2021 and Jan, Feb 2022
           Year == 2022 & Month %in% c(1,2)) %>% 
  filter(!(Month == 2 & Day > 15))  # remove days over the 15th of Feb

# Check our data

head(summer_21_22)  # First 6 rows 
tail(summer_21_22)  # Last 6 rows

summer_21_22$Date_Combined <- reorder(summer_21_22$Date_Combined, summer_21_22$Day_cum)  # reorder the factors of Date_Combined according to the values of Day_cum. Do it for each subset individually because factors repeat for each year

levels(summer_21_22$Date_Combined)
  [1] "Nov-1"  "Nov-2"  "Nov-3"  "Nov-4"  "Nov-5"  "Nov-6"  "Nov-7"  "Nov-8"  "Nov-9"  "Nov-10" "Nov-11"
 [12] "Nov-12" "Nov-13" "Nov-14" "Nov-15" "Nov-16" "Nov-17" "Nov-18" "Nov-19" "Nov-20" "Nov-21" "Nov-22"
 [23] "Nov-23" "Nov-24" "Nov-25" "Nov-26" "Nov-27" "Nov-28" "Nov-29" "Nov-30" "Dec-1"  "Dec-2"  "Dec-3" 
 [34] "Dec-4"  "Dec-5"  "Dec-6"  "Dec-7"  "Dec-8"  "Dec-9"  "Dec-10" "Dec-11" "Dec-12" "Dec-13" "Dec-14"
 [45] "Dec-15" "Dec-16" "Dec-17" "Dec-18" "Dec-19" "Dec-20" "Dec-21" "Dec-22" "Dec-23" "Dec-24" "Dec-25"
 [56] "Dec-26" "Dec-27" "Dec-28" "Dec-29" "Dec-30" "Dec-31" "Jan-1"  "Jan-2"  "Jan-3"  "Jan-4"  "Jan-5" 
 [67] "Jan-6"  "Jan-7"  "Jan-8"  "Jan-9"  "Jan-10" "Jan-11" "Jan-12" "Jan-13" "Jan-14" "Jan-15" "Jan-16"
 [78] "Jan-17" "Jan-18" "Jan-19" "Jan-20" "Jan-21" "Jan-22" "Jan-23" "Jan-24" "Jan-25" "Jan-26" "Jan-27"
 [89] "Jan-28" "Jan-29" "Jan-30" "Jan-31" "Feb-1"  "Feb-2"  "Feb-3"  "Apr-1"  "Apr-10" "Apr-11" "Apr-12"
[100] "Apr-13" "Apr-14" "Apr-15" "Apr-16" "Apr-17" "Apr-18" "Apr-19" "Apr-2"  "Apr-20" "Apr-21" "Apr-22"
[111] "Apr-23" "Apr-24" "Apr-25" "Apr-26" "Apr-27" "Apr-28" "Apr-29" "Apr-3"  "Apr-30" "Apr-4"  "Apr-5" 
[122] "Apr-6"  "Apr-7"  "Apr-8"  "Apr-9"  "Aug-1"  "Aug-10" "Aug-11" "Aug-12" "Aug-13" "Aug-14" "Aug-15"
[133] "Aug-16" "Aug-17" "Aug-18" "Aug-19" "Aug-2"  "Aug-20" "Aug-21" "Aug-22" "Aug-23" "Aug-24" "Aug-25"
[144] "Aug-26" "Aug-27" "Aug-28" "Aug-29" "Aug-3"  "Aug-30" "Aug-31" "Aug-4"  "Aug-5"  "Aug-6"  "Aug-7" 
[155] "Aug-8"  "Aug-9"  "Feb-10" "Feb-11" "Feb-12" "Feb-13" "Feb-14" "Feb-15" "Feb-16" "Feb-17" "Feb-18"
[166] "Feb-19" "Feb-20" "Feb-21" "Feb-22" "Feb-23" "Feb-24" "Feb-25" "Feb-26" "Feb-27" "Feb-28" "Feb-29"
[177] "Feb-4"  "Feb-5"  "Feb-6"  "Feb-7"  "Feb-8"  "Feb-9"  "Jul-1"  "Jul-10" "Jul-11" "Jul-12" "Jul-13"
[188] "Jul-14" "Jul-15" "Jul-16" "Jul-17" "Jul-18" "Jul-19" "Jul-2"  "Jul-20" "Jul-21" "Jul-22" "Jul-23"
[199] "Jul-24" "Jul-25" "Jul-26" "Jul-27" "Jul-28" "Jul-29" "Jul-3"  "Jul-30" "Jul-31" "Jul-4"  "Jul-5" 
[210] "Jul-6"  "Jul-7"  "Jul-8"  "Jul-9"  "Jun-1"  "Jun-10" "Jun-11" "Jun-12" "Jun-13" "Jun-14" "Jun-15"
[221] "Jun-16" "Jun-17" "Jun-18" "Jun-19" "Jun-2"  "Jun-20" "Jun-21" "Jun-22" "Jun-23" "Jun-24" "Jun-25"
[232] "Jun-26" "Jun-27" "Jun-28" "Jun-29" "Jun-3"  "Jun-30" "Jun-4"  "Jun-5"  "Jun-6"  "Jun-7"  "Jun-8" 
[243] "Jun-9"  "Mar-1"  "Mar-10" "Mar-11" "Mar-12" "Mar-13" "Mar-14" "Mar-15" "Mar-16" "Mar-17" "Mar-18"
[254] "Mar-19" "Mar-2"  "Mar-20" "Mar-21" "Mar-22" "Mar-23" "Mar-24" "Mar-25" "Mar-26" "Mar-27" "Mar-28"
[265] "Mar-29" "Mar-3"  "Mar-30" "Mar-31" "Mar-4"  "Mar-5"  "Mar-6"  "Mar-7"  "Mar-8"  "Mar-9"  "May-1" 
[276] "May-10" "May-11" "May-12" "May-13" "May-14" "May-15" "May-16" "May-17" "May-18" "May-19" "May-2" 
[287] "May-20" "May-21" "May-22" "May-23" "May-24" "May-25" "May-26" "May-27" "May-28" "May-29" "May-3" 
[298] "May-30" "May-31" "May-4"  "May-5"  "May-6"  "May-7"  "May-8"  "May-9"  "Oct-1"  "Oct-10" "Oct-11"
[309] "Oct-12" "Oct-13" "Oct-14" "Oct-15" "Oct-16" "Oct-17" "Oct-18" "Oct-19" "Oct-2"  "Oct-20" "Oct-21"
[320] "Oct-22" "Oct-23" "Oct-24" "Oct-25" "Oct-26" "Oct-27" "Oct-28" "Oct-29" "Oct-3"  "Oct-30" "Oct-31"
[331] "Oct-4"  "Oct-5"  "Oct-6"  "Oct-7"  "Oct-8"  "Oct-9"  "Sep-1"  "Sep-10" "Sep-11" "Sep-12" "Sep-13"
[342] "Sep-14" "Sep-15" "Sep-16" "Sep-17" "Sep-18" "Sep-19" "Sep-2"  "Sep-20" "Sep-21" "Sep-22" "Sep-23"
[353] "Sep-24" "Sep-25" "Sep-26" "Sep-27" "Sep-28" "Sep-29" "Sep-3"  "Sep-30" "Sep-4"  "Sep-5"  "Sep-6" 
[364] "Sep-7"  "Sep-8"  "Sep-9" 

Make plots for PAR and Temperature in each summer, in each sample

  1. Summer 2019-2020

Sample X1 (moss)


(temp_plot_19_20_X1 <- summer_19_20 %>% 
   ggplot(aes(Date_Combined, X1.Temp)) +
   geom_point()+  # Add points for the data
   geom_line()+  # Add a line that joins the points
   geom_hline(yintercept = 0, color = "blue", linetype = "dashed") +
   labs(x = "\nDate (day)", y = "Temperature \nMoss X1 (°C)") +
   theme_graphs_env_cond() +
    theme(axis.text.x = element_blank(),
        axis.title.x = element_blank()))  # Remove axis label and text for the graph


(PAR_plot_19_20_X1 <-summer_19_20 %>% 
    ggplot(aes(Date_Combined, X1.PAR)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   labs(x = "\nDate (day)", y = "PAR \n(µmol m-2 s^-1)") +
   theme_graphs_env_cond())


(combined_plot_19_20_X1 <- (temp_plot_19_20_X1/PAR_plot_19_20_X1) & plot_layout(ncol = 1))

Sample X2 (moss)

(temp_plot_19_20_X2 <- summer_19_20 %>% 
   ggplot(aes(Date_Combined, X2.Temp)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   geom_hline(yintercept = 0, color = "blue", linetype = "dashed") +
   labs(x = "\nDate (day)", y = "Temperature \nMoss X2 (°C)") +
   theme_graphs_env_cond()+
   theme(axis.text.x = element_blank(),
        axis.title.x = element_blank()))


(PAR_plot_19_20_X2 <-summer_19_20 %>% 
    ggplot(aes(Date_Combined, X2.PAR)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   labs(x = "\nDate (day)", y = "PAR \n(µmol m-2 s^-1)") +
   theme_graphs_env_cond())

  
(combined_plot_19_20_X2 <- (temp_plot_19_20_X2/PAR_plot_19_20_X2) & plot_layout(ncol = 1))

Sample X3 (Lichen)

(temp_plot_19_20_X3 <- summer_19_20 %>% 
   ggplot(aes(Date_Combined, X3.Temp)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   geom_hline(yintercept = 0, color = "blue", linetype = "dashed") +
   labs(x = "\nDate (day)", y = "Temperature \nLichen X3 (°C)") +
   theme_graphs_env_cond()+
   theme(axis.text.x = element_blank(),
        axis.title.x = element_blank()))


(PAR_plot_19_20_X3 <-summer_19_20 %>% 
    ggplot(aes(Date_Combined, X3.PAR)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   labs(x = "\nDate (day)", y = "PAR \n(µmol m-2 s^-1)") +
   theme_graphs_env_cond())

  
(combined_plot_19_20_X3 <- (temp_plot_19_20_X3/PAR_plot_19_20_X3) & plot_layout(ncol = 1)) 

Sample X4 (Moss)

(temp_plot_19_20_X4 <- summer_19_20 %>% 
   ggplot(aes(Date_Combined, X4.Temp)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   geom_hline(yintercept = 0, color = "blue", linetype = "dashed") +
   labs(x = "\nDate (day)", y = "Temperature \nMoss X4 (°C)") +
   theme_graphs_env_cond()+
   theme(axis.text.x = element_blank(),
        axis.title.x = element_blank()))


(PAR_plot_19_20_X4 <-summer_19_20 %>% 
    ggplot(aes(Date_Combined, X4.PAR)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   labs(x = "\nDate (day)", y = "PAR \n(µmol m-2 s^-1)") +
   theme_graphs_env_cond())

  
(combined_plot_19_20_X4 <- (temp_plot_19_20_X4/PAR_plot_19_20_X4) & plot_layout(ncol = 1)) 

NA
NA
  1. Summer 2020-2021

Sample X1 (Moss)

(temp_plot_20_21_X1 <- summer_20_21 %>% 
   ggplot(aes(Date_Combined, X1.Temp)) +
   geom_point()+  # Add points for the data
   geom_line()+  # Add a line that joins the points
   geom_hline(yintercept = 0, color = "blue", linetype = "dashed") +
   labs(x = "\nDate (day)", y = "Temperature \nMoss X1 (°C)") +
   theme_graphs_env_cond() +
    theme(axis.text.x = element_blank(),
        axis.title.x = element_blank()))  # Remove axis label and text for the graph


(PAR_plot_20_21_X1 <-summer_20_21 %>% 
    ggplot(aes(Date_Combined, X1.PAR)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   labs(x = "\nDate (day)", y = "PAR \n(µmol m-2 s^-1)") +
   theme_graphs_env_cond())


(combined_plot_20_21_X1 <- (temp_plot_20_21_X1/PAR_plot_20_21_X1) & plot_layout(ncol = 1))

Sample X2 (Moss)

(temp_plot_20_21_X2 <- summer_20_21 %>% 
   ggplot(aes(Date_Combined, X2.Temp)) +
   geom_point()+  # Add points for the data
   geom_line()+  # Add a line that joins the points
   geom_hline(yintercept = 0, color = "blue", linetype = "dashed") +
   labs(x = "\nDate (day)", y = "Temperature \nMoss X1 (°C)") +
   theme_graphs_env_cond() +
    theme(axis.text.x = element_blank(),
        axis.title.x = element_blank()))  # Remove axis label and text for the graph


(PAR_plot_20_21_X2 <-summer_20_21 %>% 
    ggplot(aes(Date_Combined, X2.PAR)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   labs(x = "\nDate (day)", y = "PAR \n(µmol m-2 s^-1)") +
   theme_graphs_env_cond())


(combined_plot_20_21_X2 <- (temp_plot_20_21_X2/PAR_plot_20_21_X2) & plot_layout(ncol = 1))

Saple X3 (Lichen)

(temp_plot_20_21_X3 <- summer_20_21 %>% 
   ggplot(aes(Date_Combined, X3.Temp)) +
   geom_point()+  # Add points for the data
   geom_line()+  # Add a line that joins the points
   geom_hline(yintercept = 0, color = "blue", linetype = "dashed") +
   labs(x = "\nDate (day)", y = "Temperature \nMoss X1 (°C)") +
   theme_graphs_env_cond() +
    theme(axis.text.x = element_blank(),
        axis.title.x = element_blank()))  # Remove axis label and text for the graph


(PAR_plot_20_21_X3 <-summer_20_21 %>% 
    ggplot(aes(Date_Combined, X3.PAR)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   labs(x = "\nDate (day)", y = "PAR \n(µmol m-2 s^-1)") +
   theme_graphs_env_cond())


(combined_plot_20_21_X3 <- (temp_plot_20_21_X3/PAR_plot_20_21_X3) & plot_layout(ncol = 1))

---
title: "R Notebook"
output: html_notebook
---

1.  Set working directory

```{r}
setwd("~/Library/CloudStorage/OneDrive-UniversityofEdinburgh/4th year/dissertation/dissertation")
```

2.  Load packages

```{r, message=FALSE}
library(skimr)  # summary
library(tidyverse)
library(lubridate)  # dates management
library(gridExtra)  # arrange plots
library(patchwork)  # combine plots
```
2.2. Creates functions

- Function for graph asthetics

```{r, echo= TRUE, results="hide"}
theme_graphs_env_cond <- function(){
  theme_classic() +
  theme(axis.text.x = element_text(angle = 90))+
   theme(axis.text = element_text(size = 11),  # Adjust the size as needed
          axis.title = element_text(size = 18),
        legend.text = element_text(size=14))
  }
```

3.  Load the data and see its structure

```{r}
data <- read.csv("Data_PAM_Scott_Base.csv") # load data
skimr::skim(data)  # see a summary of the whole data
str(data)  # see the structure of each variable
tail(data)  # view the last 6 rows of data
head(data)  # view the first 6 rows of data
```

Data of sensors 1,2 and 4 are for the moss and 3 is for the lichen. Data is from Jan 2019 to Feb 2022. I am going to consider summer form 1 Nov to 15 Feb. I currently have data for 3 summers: 2019-2020, 2020-2021, 2021-2022.

## 4. Format data in a way that is going to be useful to me

4.1. Remove weird times and dates and divide the useful ones

```{r}
data_clean <- data[, -c(2:13)] %>%   # create a new data set without columns 2 to 13
  mutate(Day_cum = as.numeric(data$Date)) # maintain cumulative date but change column name to more informative one and make it numeric

data_clean <- data_clean %>% 
  mutate(Date = parse_date_time(Datetime, 'dmy HM'))   # indicate the format the date is wanted

print(data_clean[is.na(data_clean$Date), ])  # Check for rows with parsing issues\
#  Row 584 is problematic

data_clean[584, 1]<-"10/02/2019 10:08"  # Change the value to the correct one 

data_clean <- data_clean %>% 
  mutate(Date = parse_date_time(Datetime, 'dmy HM'))   # repeat with all the lines working

data_clean <- data_clean %>%  # create new columns with month, year,
  mutate(Month = month(Date), # day, minute                     
         Year = year(Date),
         Day = day(Date),
         Hour = hour(Date), 
         Minute = minute(Date))

data_clean[584,]  # check it worked

```

4.2. Check the new data

```{r, echo= TRUE, results='hide'}
str(data_clean)
skimr::skim(data_clean)
```

4.3. Change the diff columns names to match the rest of columns

```{r}

data_clean<-data_clean %>% 
  rename(X1.diff = diff,
         X2.diff = diff.1,
         X3.diff = diff.2,
         X4.diff = diff.3)
```

4.4. Need to change some variables of format

```{r, warning = FALSE}

data_clean <- data_clean %>%
  mutate(X1.PAR = as.numeric(X1.PAR),  # Change PAR of X1, X2 and X3 to numeric
         X2.PAR = as.numeric(X2.PAR), 
         X3.PAR = as.numeric(X3.PAR), 
         X4.PAR = as.numeric(X4.PAR),
         X3.F = as.numeric(X3.F),  # Change F and Fm to numeric
         X3.Fm. = as.numeric(X3.Fm.),
         X3.Temp = as.numeric(X3.Temp),  # Change Temp 3 to numeric
         X1.diff = as.numeric(X1.diff),  # Change all diff to numeric
         X2.diff = as.numeric(X2.diff),
         X3.diff = as.numeric(X3.diff),
         X4.diff = as.numeric(X4.diff))
         #Month = as.factor(Month),  # Change day, month and year to categories -> is it a great idea?
         #Year = as.factor(Year), 
         #Day = as.factor(Day))
```

4.5. Create column for month (in letters) and day-month 

```{r}
data_clean <- data_clean %>% 
  mutate(Month_Name = as.factor(case_when(  # Make a column with the names of the months and make them a factor
  Month == 1 ~ "Jan",  # case_when from dplyr package
  Month == 2 ~ "Feb",
  Month == 3 ~ "Mar",
  Month == 4 ~ "Apr",
  Month == 5 ~ "May",
  Month == 6 ~ "Jun",
  Month == 7 ~ "Jul",
  Month == 8 ~ "Aug",
  Month == 9 ~ "Sep",
  Month == 10 ~ "Oct",
  Month == 11 ~ "Nov",
  Month == 12 ~ "Dec"))) %>% 
  mutate(Date_Combined = as.factor(  # Make a column with the day and month name separated by -
    paste(Month_Name, Day, sep = "-")))  # Make the column a factor

```

4.6. Fix Day_cum

```{r}
print(data_clean[is.na(data_clean$Day_cum), ])  # Check for rows with NAs in Day_cum

# From 25/01/2022 the date format changes and it is not cummulative anymore

data_clean <- data_clean %>%
  mutate(Date_no_time = paste(year(Date), month(Date), day(Date), sep = "-")) %>%  # Create acolumn with the date but without the time
  mutate(Day_cum = if_else(No. >= 26510, 44586 + as.numeric(difftime(Date_no_time, as.Date("2022-01-25"), units = "days")), Day_cum)) %>%  # Fix the format of Day_cum after the 25/01/2022
  # Difftime weeks the time passed between 2 days in the units indicated
  select(-Date_no_time)  # Remove Date_no_time from the data set
  
print(data_clean[is.na(data_clean$Day_cum), ])  # Check for rows with NAs in Day_cum

head(data_clean$Date_Combined)  # Check it worked
tail(data_clean$Date_Combined)


```

4.7. Create a column for average moss values of yield,PAR, F, Fm, Temp, ETR and diff

```{r}
data_clean <- data_clean %>% 
  mutate(av_moss_yield = rowMeans(data_clean[, c("X1.Y..II.", "X2.Y..II.", "X4.Y..II.")]),  # rowMeans gets the mean of each row in the data frame and stores the result in a new column
         av_moss_PAR = rowMeans(data_clean[, c("X1.PAR", "X2.PAR", "X4.PAR")]),
         av_moss_F = rowMeans(data_clean[, c("X1.F", "X2.F", "X4.F")]),
         av_moss_Fm = rowMeans(data_clean[, c("X1.Fm.", "X2.Fm.", "X4.Fm.")]),
         av_moss_temp = rowMeans(data_clean[, c("X1.Temp", "X2.Temp", "X4.Temp")]),
         av_moss_ETR = rowMeans(data_clean[, c("X1.ETR", "X2.ETR", "X4.ETR")]),
         av_moss_diff = rowMeans(data_clean[, c("X1.diff", "X2.diff", "X4.diff")]))
```

## 5. Subset data for summers 2019-2020, 2020-2021, 2021-2022

**Summer 2019-2020**

This includes the data from the 1-Nov 2019 to the 15 of Feb 2020

```{r}
summer_19_20 <- data_clean %>% 
  filter(Year == 2019 & Month %in% c(11,12) |  # Filter all data points in Nov, Dec 2019 and Jan, Feb 2020
           Year == 2020 & Month %in% c(1,2)) %>% 
  filter(!(Month == 2 & Day > 15))  # remove days over the 15th of Feb

# Check our data

head(summer_19_20)  # First 6 rows 
tail(summer_19_20)  # Last 6 rows

summer_19_20$Date_Combined <- reorder(summer_19_20$Date_Combined, summer_19_20$Day_cum)  # reorder the factors of Date_Combined according to the values of Day_cum. Do it for each subset individually because factors repeat for each year

levels(summer_19_20$Date_Combined)
```

**Summer 2020-2021**

This includes the data from the 1-Nov 2020 to the 15 of Feb 2021

```{r}
summer_20_21 <- data_clean %>% 
  filter(Year == 2020 & Month %in% c(11,12) |  # Filter all data points in Nov, Dec 2029 and Jan, Feb 2021
           Year == 2021 & Month %in% c(1,2)) %>% 
  filter(!(Month == 2 & Day > 15))  # remove days over the 15th of Feb

# Check our data

head(summer_20_21)  # First 6 rows 
tail(summer_20_21)  # Last 6 rows

summer_20_21$Date_Combined <- reorder(summer_20_21$Date_Combined, summer_20_21$Day_cum)  # reorder the factors of Date_Combined according to the values of Day_cum. Do it for each subset individually because factors repeat for each year

levels(summer_20_21$Date_Combined)
```

**Summer 2021-2022**

This includes the data from the 1-Nov 2021 to the 15 of Feb 2022.

\* I only have the data until the 3rd of Feb yet

```{r}
summer_21_22 <- data_clean %>% 
  filter(Year == 2021 & Month %in% c(11,12) |  # Filter all data points in Nov, Dec 2021 and Jan, Feb 2022
           Year == 2022 & Month %in% c(1,2)) %>% 
  filter(!(Month == 2 & Day > 15))  # remove days over the 15th of Feb

# Check our data

head(summer_21_22)  # First 6 rows 
tail(summer_21_22)  # Last 6 rows

summer_21_22$Date_Combined <- reorder(summer_21_22$Date_Combined, summer_21_22$Day_cum)  # reorder the factors of Date_Combined according to the values of Day_cum. Do it for each subset individually because factors repeat for each year

levels(summer_21_22$Date_Combined)
```

## Make plots for PAR and Temperature in each summer, in each sample

1. Summer 2019-2020

Sample X1 (moss)

```{r}

(temp_plot_19_20_X1 <- summer_19_20 %>% 
   ggplot(aes(Date_Combined, X1.Temp)) +
   geom_point()+  # Add points for the data
   geom_line()+  # Add a line that joins the points
   geom_hline(yintercept = 0, color = "blue", linetype = "dashed") +
   labs(x = "\nDate (day)", y = "Temperature \nMoss X1 (°C)") +
   theme_graphs_env_cond() +
    theme(axis.text.x = element_blank(),
        axis.title.x = element_blank()))  # Remove axis label and text for the graph

(PAR_plot_19_20_X1 <-summer_19_20 %>% 
    ggplot(aes(Date_Combined, X1.PAR)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   labs(x = "\nDate (day)", y = "PAR \n(µmol m-2 s^-1)") +
   theme_graphs_env_cond())

(combined_plot_19_20_X1 <- (temp_plot_19_20_X1/PAR_plot_19_20_X1) & plot_layout(ncol = 1))

```

Sample X2 (moss)

```{r}
(temp_plot_19_20_X2 <- summer_19_20 %>% 
   ggplot(aes(Date_Combined, X2.Temp)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   geom_hline(yintercept = 0, color = "blue", linetype = "dashed") +
   labs(x = "\nDate (day)", y = "Temperature \nMoss X2 (°C)") +
   theme_graphs_env_cond()+
   theme(axis.text.x = element_blank(),
        axis.title.x = element_blank()))

(PAR_plot_19_20_X2 <-summer_19_20 %>% 
    ggplot(aes(Date_Combined, X2.PAR)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   labs(x = "\nDate (day)", y = "PAR \n(µmol m-2 s^-1)") +
   theme_graphs_env_cond())
  
(combined_plot_19_20_X2 <- (temp_plot_19_20_X2/PAR_plot_19_20_X2) & plot_layout(ncol = 1))

```

Sample X3 (Lichen)

```{r}
(temp_plot_19_20_X3 <- summer_19_20 %>% 
   ggplot(aes(Date_Combined, X3.Temp)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   geom_hline(yintercept = 0, color = "blue", linetype = "dashed") +
   labs(x = "\nDate (day)", y = "Temperature \nLichen X3 (°C)") +
   theme_graphs_env_cond()+
   theme(axis.text.x = element_blank(),
        axis.title.x = element_blank()))

(PAR_plot_19_20_X3 <-summer_19_20 %>% 
    ggplot(aes(Date_Combined, X3.PAR)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   labs(x = "\nDate (day)", y = "PAR \n(µmol m-2 s^-1)") +
   theme_graphs_env_cond())
  
(combined_plot_19_20_X3 <- (temp_plot_19_20_X3/PAR_plot_19_20_X3) & plot_layout(ncol = 1)) 

```

Sample X4 (Moss)

```{r}
(temp_plot_19_20_X4 <- summer_19_20 %>% 
   ggplot(aes(Date_Combined, X4.Temp)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   geom_hline(yintercept = 0, color = "blue", linetype = "dashed") +
   labs(x = "\nDate (day)", y = "Temperature \nMoss X4 (°C)") +
   theme_graphs_env_cond()+
   theme(axis.text.x = element_blank(),
        axis.title.x = element_blank()))

(PAR_plot_19_20_X4 <-summer_19_20 %>% 
    ggplot(aes(Date_Combined, X4.PAR)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   labs(x = "\nDate (day)", y = "PAR \n(µmol m-2 s^-1)") +
   theme_graphs_env_cond())
  
(combined_plot_19_20_X4 <- (temp_plot_19_20_X4/PAR_plot_19_20_X4) & plot_layout(ncol = 1)) 


```

2. Summer 2020-2021

Sample X1 (Moss)

```{r}
(temp_plot_20_21_X1 <- summer_20_21 %>% 
   ggplot(aes(Date_Combined, X1.Temp)) +
   geom_point()+  # Add points for the data
   geom_line()+  # Add a line that joins the points
   geom_hline(yintercept = 0, color = "blue", linetype = "dashed") +
   labs(x = "\nDate (day)", y = "Temperature \nMoss X1 (°C)") +
   theme_graphs_env_cond() +
    theme(axis.text.x = element_blank(),
        axis.title.x = element_blank()))  # Remove axis label and text for the graph

(PAR_plot_20_21_X1 <-summer_20_21 %>% 
    ggplot(aes(Date_Combined, X1.PAR)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   labs(x = "\nDate (day)", y = "PAR \n(µmol m-2 s^-1)") +
   theme_graphs_env_cond())

(combined_plot_20_21_X1 <- (temp_plot_20_21_X1/PAR_plot_20_21_X1) & plot_layout(ncol = 1))
```

Sample X2 (Moss)

```{r}
(temp_plot_20_21_X2 <- summer_20_21 %>% 
   ggplot(aes(Date_Combined, X2.Temp)) +
   geom_point()+  # Add points for the data
   geom_line()+  # Add a line that joins the points
   geom_hline(yintercept = 0, color = "blue", linetype = "dashed") +
   labs(x = "\nDate (day)", y = "Temperature \nMoss X1 (°C)") +
   theme_graphs_env_cond() +
    theme(axis.text.x = element_blank(),
        axis.title.x = element_blank()))  # Remove axis label and text for the graph

(PAR_plot_20_21_X2 <-summer_20_21 %>% 
    ggplot(aes(Date_Combined, X2.PAR)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   labs(x = "\nDate (day)", y = "PAR \n(µmol m-2 s^-1)") +
   theme_graphs_env_cond())

(combined_plot_20_21_X2 <- (temp_plot_20_21_X2/PAR_plot_20_21_X2) & plot_layout(ncol = 1))
```

Saple X3 (Lichen)

```{r}
(temp_plot_20_21_X3 <- summer_20_21 %>% 
   ggplot(aes(Date_Combined, X3.Temp)) +
   geom_point()+  # Add points for the data
   geom_line()+  # Add a line that joins the points
   geom_hline(yintercept = 0, color = "blue", linetype = "dashed") +
   labs(x = "\nDate (day)", y = "Temperature \nMoss X1 (°C)") +
   theme_graphs_env_cond() +
    theme(axis.text.x = element_blank(),
        axis.title.x = element_blank()))  # Remove axis label and text for the graph

(PAR_plot_20_21_X3 <-summer_20_21 %>% 
    ggplot(aes(Date_Combined, X3.PAR)) +
   geom_point()+  # Add points for the data
   geom_line()+  # add a line that joins the points
   labs(x = "\nDate (day)", y = "PAR \n(µmol m-2 s^-1)") +
   theme_graphs_env_cond())

(combined_plot_20_21_X3 <- (temp_plot_20_21_X3/PAR_plot_20_21_X3) & plot_layout(ncol = 1))
```









